Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.251311204357706
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
22425-1
32524.74868879564230.251311204357705
42724.8118461170782.18815388292198
52425.3617537047151-1.36175370471513
62625.01952974114460.980470258855398
72425.2659329027345-1.26593290273446
82424.9477897803122-0.947789780312217
92124.709599589144-3.70959958914403
102323.7773356487114-0.777335648711389
112423.58198249064360.418017509356449
122323.6870349743625-0.687034974362529
132223.5143753875196-1.51437538751962
142523.13379588503241.8662041149676
152623.60279388874222.39720611125779
162224.2052386436561-2.20523864365606
172423.65103746422270.3489625357773
182223.7387356593646-1.73873565936461
192323.30177190675-0.301771906750002
202523.22593324542331.77406675457666
212423.6717760981270.328223901873034
222423.75426244220570.245737557794335
232123.8160190438109-2.81601904381088
242223.1083219064165-1.10832190641653
252122.829788193299-1.82978819329896
262122.3699419187215-1.36994191872149
272022.0256601652275-2.02566016522749
282021.5165890694847-1.51658906948474
292221.13545324391680.864546756083204
302121.3527235304116-0.352723530411613
312321.26408015517861.73591984482143
322221.70033626204910.299663737950915
332421.77564511693592.22435488306414
342122.3346504215177-1.33465042151765
352221.99923781668950.000762183310467179
362021.9994293618952-1.99942936189523
372321.49695036092921.50304963907082
382121.8746835759335-0.874683575933481
392121.6548657930337-0.654865793033732
402121.4902906818938-0.490290681893761
412221.36707514014170.632924859858321
422421.52613624894062.47386375105939
432122.1478459276362-1.14784592763622
442321.85937938514491.14062061485513
452522.14603012557932.85396987442066
462322.86326473192060.136735268079391
472422.89762783681981.10237216318018
482523.1746663127991.82533368720096
492823.63339312008424.3666068799158
502624.73077035403251.26922964596751
512525.0497419849671-0.0497419849670884
522425.0372412668179-1.03724126681787
532524.77657091484440.223429085155644
542624.83272114732341.16727885267664
552425.1260714016108-1.12607140161081
562124.8430770414792-3.84307704147923
572223.8772687217456-1.87726872174563
582523.40549005838071.59450994161931
592723.80620827216943.19379172783063
602624.60884391775821.39115608224184
612424.9584570282359-0.958457028235909
622724.71758603814482.28241396185517
632325.2911822397415-2.2911822397415
642324.7153824716691-1.71538247166908
652324.2842876367798-1.28428763677982
662523.9615317640391.03846823596103
672624.22251046710561.77748953289444
682224.6692135023505-2.66921350235048
692323.9984102423869-0.998410242386932
702723.74749856192963.2525014380704
712524.56488861550620.435111384493755
722424.6742369815731-0.67423698157312
732124.5047936737115-3.50479367371148
742423.62399975454580.376000245454225
752223.7184928290697-1.71849282906967
762623.28661632651612.71338367348391
772223.9685200453839-1.96852004538387
782523.47380890197621.52619109802384
792023.8573578249005-3.85735782490054
802122.8879605842862-1.88796058428617
812322.41349493606930.586505063930669
822422.56089023004761.43910976995236
832422.92255463953731.07744536046269
841823.1933287307048-5.19332873070481


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8521.888187032765918.245805078119325.5305689874125
8621.888187032765918.132544465148725.6438296003831
8721.888187032765918.022600933885125.7537731316468
8821.888187032765917.915699061730225.8606750038017
8921.888187032765917.811599553980925.9647745115509
9021.888187032765917.710092938044126.0662811274877
9121.888187032765917.610994605891526.1653794596404
9221.888187032765917.514140868323326.2622331972085
9321.888187032765917.419385779539526.3569882859923
9421.888187032765917.326598555820526.4497755097113
9521.888187032765917.235661457858926.5407126076729
9621.888187032765917.146468038843326.6299060266885